see [1]}.
It follows from Theorem REF  or from Corollary REF 
that for \(R_n \in _u\mathcal {P}\) , the fragment \(\rm Frag(R_n)\)  converges in total variation to \(BP(\mathcal {P}, \rho _\mathcal {P})\)  as \(n \rightarrow \infty \) ; and thus we have \(\,\mathbb {P}(R_n \mbox{ is connected}) \rightarrow p^*\) 
as \(n \rightarrow \infty \) , as shown in [1]}.
